摘要

In this paper, the existence of an almost periodic solution for an impulsive two-species logarithmic population model with time-varying delay {(overdot)x(1)(t) = x(1)(t)[r(1)(t) - a(11)(t) ln x(1)(t) - a(12)(t) ln x(2)(t - tau(t))], t not equal t(k), (overdot)x(2)(t) = x(2)(t)[r(2)(t) - a(21)(t) ln x(1)(t - tau(t)) - a(22)(t) ln x(2)(t)], t not equal t(k), x(1)(t(k)(+)) = [x(1)(t(k))](1+h1k)delta(1k), k is an element of N x(2)(t(k)(+)) = [x(2)(t(k))](1+h2k)delta(2k), k is an element of N is established.